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Название: Ergodic theory of equivariant diffeomorphisms: Markov partitions and Stable Ergodicity
Авторы: Michael Field, Matthew Nicol
Аннотация:
We obtain stability and structural results for equivariant diffeomorphisms which are hyperbolic transverse to a compact (connected
or finite) Lie group action and construct ‘Γ-regular’ Markov partitions
which give symbolic dynamics on the orbit space.